
as \(n\rightarrow \infty \) . Using the consequence of Lemma REF  and following the argument in the proof of Theorem 4.4 in [1]}, the ratio in (A.21) must lie between
\([1\mp \lambda _{\min }(\operatorname{H}_{\Sigma _{\mathcal {Z}}^*})^{-1}(p+\#\mathcal {Z})\eta _n]^{-(p+\#\mathcal {Z})/2}\) 
